Finite automata FA for the language of all those strings starting with a and ending with a in theory of automata

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Built the finite state automata (FSA) for the language of all those strings starting with a and ending with a but does not contains single a, defined over ∑={a,b}?

Accepted Strings:

Following strings are part of the language and should be accepted by FSA.

Strings = {aa, aba, abba, aaa, aabba, abbaa,…………. }

Rejected Strings:

Following strings are not part of the language and should be rejected by FSA.

Strings = {a, b,  ba, bba, abab,  baba, babba, abbab,……..….. }

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